Yann and Camille go to a restaurant. If there are 10 items on the menu, and each orders one dish, how many different combination s of meals can Yann and Camille order? (Note that they are allowed to order the same dish, and that it does matter who orders what.)
1 answer:
10^2 or 100 different combo’s
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Answer:
X= 15
Step-by-step explanation:
multiply 5 on x/5 and 9
divide 3 and 45
x=15
Answer:
green=4/24 yellow=7/24 black=0/24 red, yellow=15/24
Step-by-step explanation:
Yes they are. if you multiply numerator and denominator of 3/7 by 6, you get 18/42
Answer:
#markasbrainliest
1/3
=
2/6
=
3/9
=
4/12
=
5/15
=
6/18
=
7/21
=
8/24
=
9/27
=
10/30
=
11/33
=
12/36
=
13/39
=
14/42
=
15/45
=
16/48
=
17/51
=
18/54
=
19/57
=
20/60
=
21/63
=
22/66
=
23/69
=
24/72
=
25/75
=
26/78
=
27/81
=
28/84
=
29/87
=
30/90
=
31/93
=
32/96
=
33/99
=
34/102
=
35/105
=
36/108
=
37/111
=
38/114
=
39/117
=
40/120
=
41/123
=
42/126
=
43/129
=
44/132
=
45/135
=
46/138
=
47/141
=
48/144
=
49/147
=
50/150
=
51/153
=
52/156
=
53/159
=
54/162
=
55/165
=
56/168
=
57/171
=
58/174
=
59/177
=
60/180
=
61/183
=
62/186
=
63/189
=
64/192
=
65/195
=
66/198
=
67/201
=
68/204
=
69/207
=
70/210
=
71/213
=
72/216
=
73/219
=
74/222
=
75/225
=
76/228
=
77/231
=
78/234
=
79/237
=
80/240
=
81/243
=
82/246
=
83/249
=
84/252
=
85/255
=
86/258
=
87/261
=
88/264
=
89/267
=
90/270
=
91/273
=
92/276
=
93/279
=
94/282
=
95/285
=
96/288
=
97/291
=
98/294
=
99/297
=
100/300
Answer:
24
Step-by-step explanation:
I did the math
